We consider general reaction dusion systems posed on rectangular lattices in two or more spatial dimensions. We show that travelling wave solutions to such systems that propagate in rational directions are nonlinearly stable under small perturbations. We employ recently developed techniques involving point-wise Green's functions estimates for functional erential equations of mixed type (MFDEs), allowing our results to be applied even in situations where comparison principles are not available.
These two confidential projects revolved around the development of instruments to aid in less invasive medicine and the development of medical technologies that provide alternatives to major surgery and other medical procedures that are typically traumatic to the body. Team 1: Jacob Basson Ransom Byers Alexander Dillon Tom Kochem Team 2: Joles Arnold Jay Gantz Emma Goodman Jacob Graham Dylan Sanders-Garrett
In this project, the team designed and built Paranormal, a free and open source normal map editor on OSX for 2D graphic artists. Apportable’s goal is to fill a missing link in the open source toolchain of applications that developers use to create iOS games. Normal maps make it possible for artists to incorporate 3D effects such as lighting and refraction, into 2D mobile games.